



'''simple docstring'''






from math import factorial

class 				a__:







    def __init__( self					:    List[Any]		,     __snake_case					:    Any		,     __snake_case					:    Tuple      ):
      a		:   List[Any]	  =	real
      if isinstance(__snake_case		,     __snake_case      ):
        a		:   Dict	  =	[1] * rank
      else:
        a		:   Optional[int]	  =	rank







    def __repr__( self					:    List[Any]      ):
      return (
          F"""{self.real}+"""
          F"""{"+".join(str(__snake_case      )+"E"+str(n+1      )for n,dual in enumerate(self.duals      )      )}"""
      )







    def      lowercase_			( self					:    int      ):
      a		:   Dict	  =	self.duals.copy()
      while cur[-1] == 0:
        cur.pop(-1      )
      return Dual(self.real		,     __snake_case      )







    def __add__( self					:    List[Any]		,     __snake_case					:    List[str]      ):
      if not isinstance(__snake_case		,     __snake_case      ):
        return Dual(self.real + other		,     self.duals      )
      a		:   List[str]	  =	self.duals.copy()
      a		:   Any	  =	other.duals.copy()
      if len(__snake_case      ) > len(__snake_case      ):
        o_dual.extend([1] * (len(__snake_case      ) - len(__snake_case      ))      )
      elif len(__snake_case      ) < len(__snake_case      ):
        s_dual.extend([1] * (len(__snake_case      ) - len(__snake_case      ))      )
      a		:   Optional[int]	  =	[]
      for i in range(len(__snake_case      )      ):
        new_duals.append(s_dual[i] + o_dual[i]      )
      return Dual(self.real + other.real		,     __snake_case      )

    lowercase__					=       __add__







    def __sub__( self					:    List[Any]		,     __snake_case					:    Union[str, Any]      ):
      return self + other * -1







    def __mul__( self					:    Optional[int]		,     __snake_case					:    Optional[int]      ):
      if not isinstance(__snake_case		,     __snake_case      ):
        a		:   str	  =	[]
        for i in self.duals:
          new_duals.append(i * other      )
        return Dual(self.real * other		,     __snake_case      )
      a		:   List[str]	  =	[0] * (len(self.duals      ) + len(other.duals      ) + 1)
      for i, item in enumerate(self.duals      ):
        for j, jtem in enumerate(other.duals      ):
          new_duals[i + j + 1] += item * jtem
      for k in range(len(self.duals      )      ):
        new_duals[k] += self.duals[k] * other.real
      for index in range(len(other.duals      )      ):
        new_duals[index] += other.duals[index] * self.real
      return Dual(self.real * other.real		,     __snake_case      )

    lowercase__					=       __mul__







    def __truediv__( self					:    Optional[Any]		,     __snake_case					:    int      ):
      if not isinstance(__snake_case		,     __snake_case      ):
        a		:   Tuple	  =	[]
        for i in self.duals:
          new_duals.append(i / other      )
        return Dual(self.real / other		,     __snake_case      )
      raise ValueError







    def __floordiv__( self					:    List[Any]		,     __snake_case					:    Any      ):
      if not isinstance(__snake_case		,     __snake_case      ):
        a		:   List[str]	  =	[]
        for i in self.duals:
          new_duals.append(i // other      )
        return Dual(self.real // other		,     __snake_case      )
      raise ValueError







    def __pow__( self					:    str		,     __snake_case					:    Optional[int]      ):
      if n < 0 or isinstance(__snake_case		,     __snake_case      ):
        raise ValueError('power must be a positive integer'      )
      if n == 0:
        return 1
      if n == 1:
        return self
      a		:   Optional[int]	  =	self
      for _ in range(n - 1      ):
        x *= self
      return x
def  lowerCamelCase__			(		_A					,     _A					,     _A							):






  if not callable(UpperCamelCase_							):
    raise ValueError('differentiate() requires a function as input for func'							)
  if not isinstance(UpperCamelCase_					,     (float, int)							):
    raise ValueError('differentiate() requires a float as input for position'							)
  if not isinstance(UpperCamelCase_					,     UpperCamelCase_							):
    raise ValueError('differentiate() requires an int as input for order'							)
  a		:   Optional[Any]	  =	Dual(UpperCamelCase_					,     1							)
  a		:   Optional[int]	  =	func(UpperCamelCase_							)
  if order == 0:
    return result.real
  return result.duals[order - 1] * factorial(UpperCamelCase_							)


if __name__ == "__main__":
     import doctest

     doctest.testmod()
     def  lowerCamelCase__			(		_A							):
       return y**2 * y**4

     print(differentiate(f, 9, 2))



import requests

_SCREAMING_SNAKE_CASE     :					Optional[int]      =       ""  # <-- Put your OpenWeatherMap appid here!
_SCREAMING_SNAKE_CASE     :					Optional[Any]      =       "https://api.openweathermap.org/data/2.5/"
def      UpperCAmelCase__		(UpperCamelCase_ = "Chicago"				,UpperCamelCase_ = APPID							):



     """simple docstring"""






     return requests.get(URL_BASE + '''weather'''				,params=locals()							).json()
def      UpperCAmelCase__		(UpperCamelCase_ = "Kolkata, India"				,UpperCamelCase_ = APPID							):



     """simple docstring"""






     return requests.get(URL_BASE + '''forecast'''				,params=locals()							).json()
def      UpperCAmelCase__		(UpperCamelCase_ = 55.68				,UpperCamelCase_ = 12.57				,UpperCamelCase_ = APPID							):



     """simple docstring"""






     return requests.get(URL_BASE + '''onecall'''				,params=locals()							).json()


if __name__ == "__main__":
 from pprint import pprint

 while True:
  _SCREAMING_SNAKE_CASE     :					Any      =       input("Enter a location:").strip()
  if location:
   pprint(current_weather(location))
  else:
   break




